According to this java.sun page ==
is the equality comparison operator for floating point numbers in Java.
However, when I type this code:
if(sectionID == currentSectionID)
into my editor and run static analysis, I get: "JAVA0078 Floating point values compared with =="
What is wrong with using ==
to compare floating point values? What is the correct way to do it?
I think there is a lot of confusion around floats (and doubles), it is good to clear it up.
There is nothing inherently wrong in using floats as IDs in standard-compliant JVM [*]. If you simply set the float ID to x, do nothing with it (i.e. no arithmetics) and later test for y == x, you'll be fine. Also there is nothing wrong in using them as keys in a HashMap. What you cannot do is assume equalities like
x == (x - y) + y
, etc. This being said, people usually use integer types as IDs, and you can observe that most people here are put off by this code, so for practical reasons, it is better to adhere to conventions. Note that there are as many differentdouble
values as there are longvalues
, so you gain nothing by usingdouble
. Also, generating "next available ID" can be tricky with doubles and requires some knowledge of the floating-point arithmetic. Not worth the trouble.On the other hand, relying on numerical equality of the results of two mathematically equivalent computations is risky. This is because of the rounding errors and loss of precision when converting from decimal to binary representation. This has been discussed to death on SO.
[*] When I said "standard-compliant JVM" I wanted to exclude certain brain-damaged JVM implementations. See this.
As mentioned in other answers, doubles can have small deviations. And you could write your own method to compare them using an "acceptable" deviation. However ...
There is an apache class for comparing doubles: org.apache.commons.math3.util.Precision
It contains some interesting constants:
SAFE_MIN
andEPSILON
, which are the maximum possible deviations of simple arithmetic operations.It also provides the necessary methods to compare, equal or round doubles. (using ulps or absolute deviation)
The correct way would be